Three of the following four words are alike in a certain way and one is different. Find the odd one out.
Ellipse
This question asks us to identify the word that is different from the others in a given list of geometric shapes: Hexagon, Ellipse, Parallelogram, and Rhombus. To solve this, we need to understand the characteristics of each shape.
Let's categorize the shapes based on whether they are formed by straight lines or are curved:
From this classification, we can see that Hexagon, Parallelogram, and Rhombus all belong to the category of polygons, which are defined by straight sides and angles. The Ellipse, on the other hand, is a curved shape and is not a polygon.
The defining difference is that Hexagon, Parallelogram, and Rhombus are shapes made of straight lines (polygons), while an Ellipse is a curved shape. Therefore, the Ellipse is the odd one out in this group.
| Shape | Type | Description |
|---|---|---|
| Hexagon | Polygon | 6 straight sides |
| Ellipse | Curved Shape | Closed curve, no straight sides |
| Parallelogram | Polygon | 4 straight sides, opposite sides parallel |
| Rhombus | Polygon | 4 straight sides, all sides equal |
| Term | Definition | Key Feature |
|---|---|---|
| Polygon | A closed plane figure made up of straight line segments. | Straight sides and angles. |
| Quadrilateral | A polygon with four sides. | 4 straight sides. |
| Ellipse | A closed curve where the sum of the distances from any point on the curve to two fixed points (foci) is constant. | Curved, no straight sides or angles. |
Geometric shapes are fundamental concepts in geometry. They can be broadly classified into two-dimensional (plane figures) and three-dimensional (solid figures) shapes. The shapes in this question are all two-dimensional.
Two-dimensional shapes can be further divided:
Understanding the basic definitions and properties of common geometric figures like polygons and curved shapes is crucial for solving problems involving shape classification.
There is a certain relation between two given words on one side of : : and one word is given on another side. The word is to be found from the given alternatives, having the same relation with this word as the given pair has. Select the best alternative.
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Select the related word from the given alternatives:
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Choose the odd pair of words.
Choose the odd pair of words.